![Dibenzo[def,mno]chrysene-6,12-dione](/cid/50-724-2/Dibenzo-def-mno-chrysene-6-12-dione.png "Dibenzo[def,mno]chrysene-6,12-dione")
- InChI
- InChI=1S/C22H10O2/c23-21-13-5-1-3-11-7-9-16-19(17(11)13)20-15(21)10-8-12-4-2-6-14(18(12)20)22(16)24/h1-10H
- InChI Key
- PGEHNUUBUQTUJB-UHFFFAOYSA-N
- Formula
- C22H10O2
- SMILES
-
O=c1c2ccc3cccc4c(=O)c5ccc6cccc
1c6c5-c2c34 - Molecular Weight1
- 306.32
- Other Names
-
- Anthanthron
- Anthanthrone
- Helanthrene Orange GK
- Anthranthrone
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔsubH : Enthalpy of sublimation at a given temperature (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Inp : Non-polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfH°gas | 155.00 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 148.79 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.00 | eV | NIST |
| log10WS | -7.93 | Relay (1.0) Calculated Property | |
| logPoct/wat | 4.438 | Crippen Calculated Property | |
| McVol | 215.820 | ml/mol | McGowan Calculated Property |
| Pc | 1401.06 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 550.62 | NIST | |
| Tboil | 811.05 | K | Relay (1.0) Calculated Property |
| Tc | 1197.84 | K | Relay (1.0) Calculated Property |
| Tfus | 604.72 | K | Relay (1.0) Calculated Property |
| Vc | 0.857 | m3/kmol | Relay (1.0) Calculated Property |
Cheméo can also estimate Standard Gibbs free energy of formation, Acentric Factor for this compound, but they fall outside the models' validated range, so they are not shown here. Open the prediction tool to compute them on demand.
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| ΔsubH | 152.20 | kJ/mol | 500.00 | NIST |
Similar Compounds
![Indeno[4,3,2,1-cdef]chrysene.](data:image/png;base64,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)
Find more compounds similar to Dibenzo[def,mno]chrysene-6,12-dione.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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